Hey, this question is from a practice exam...
A triangular pile is a stack contructed from equal-sized balls. It has a triangular base (first layer) and a single ball in its top-most layer. The number of layers depends on the total number of balls used. For example, the triangular pile shown...
'a' is in the formula for differentiating inverse functions --> on the standard integral sheet =]
and 1 as in question 1
could u pls show me your working? i don't understand =/
just having a few problems with finding the derivative of the following:
1. f(x)=inverse tan px
and
2. f(x)=inverse cos (1-x^2)/(1+x^2)
any help would be greatly appreciated =]
thanks in advance